Hansraj dehingia Asked a Question
October 1, 2020 6:59 pmpts 30 pts
(CV2 1s an eigenvalue of P (d) V3 is an eigenvalue of P Let P be an n x n non-null real skew-symmetric matrix, where n is even. Which of the following statements is (are) always TRUE? (a) Px =0 has infinitely many solutions, where 0 e R" (b) Px = hx has a unique solution for every non-zero e R (c) If Q=(, + P)U, - P), then Q-1, (d) The sum of all the eigenvalues of P is zero
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  • Hansraj dehingia
    thank you
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  • Deepak singh Best Answer
    see attached solution option b,c and d are correct if any doubt then ask
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